．When $$\(n> 1\)$$ is an integer，$$\(n!\)$$ represents the product of the integers from 1 through $$\(\$ \$ \mathrm{n} \$\)$$ ． What are the only two integers $$\(n\)$$ for which the product $$\(48!\times n!\)$$ is the square of an integer？Note：Please enter the sum of the two integers as your answer．

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